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Cs 310 - Discrete Mathematics

Cs 310 - Discrete Mathematics

Cs 310 - Discrete Mathematics. 1. The Foundations: Logic. Mathematical Logic is a tool for working with compound statements Logic is the study of correct reasoning Use of logic In mathematics: to prove theorems In computer science:

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840 views • 50 slides
OWL, DL and Rules

OWL, DL and Rules

OWL, DL and Rules. Based on slides from Grigoris Antoniou, Frank van Harmele and Vassilis Papataxiarhis. Semantic Web and Logic. The Semantic Web is grounded in logic But what logic? OWL Full = Classical first order logic (FOL) OWL-DL = Description logic

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583 views • 43 slides
CSE115/ENGR160 Discrete Mathematics 01/18/11

CSE115/ENGR160 Discrete Mathematics 01/18/11

CSE115/ENGR160 Discrete Mathematics 01/18/11. Ming-Hsuan Yang UC Merced. CSE 115/ENGR 160. Instructor: Ming-Hsuan Yang ( mhyang@ucmerced.edu ) Teaching assistant: Mentor Mahmud ( mmahmudi@ucmerced.edu ) Lectures: COB 279, Tuesday/Thursday 4:30 pm to 5:45 pm Labs:

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719 views • 37 slides
Chapter 1 -- The Foundations: Logic and Proof, Sets and Functions

Chapter 1 -- The Foundations: Logic and Proof, Sets and Functions

Chapter 1 -- The Foundations: Logic and Proof, Sets and Functions. Logic is the underlying foundation for mathematical reasoning. It is a formalism of our system of thought. Proofs are mathematical arguments used to establish results within a mathematical system.

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927 views • 35 slides
Programming Fundamentals

Programming Fundamentals

Neal Stublen nstublen@jccc.edu. Programming Fundamentals. Making Decisions. Human Decisions. Think about a decision you've made today? How did you arrive at that decision? Was it a black-and-white decision for you? Our decisions can be complex?. Computer "Decisions".

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369 views • 26 slides
Propositional Logic (section 1.1)

Propositional Logic (section 1.1)

Propositional Logic (section 1.1). January 12, 2009. Logical Operators. Negation operator Conjunction (and, v) Disjunction (or ^ ) Conditional statement ? Biconditional statement ?? (less important) Exclusive Or. Conjunction: p ^ q is true when both p and q are true. False otherwise

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409 views • 18 slides

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